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General information



Slides and reading

Problem modules

TimeEdit schedule



About the course

This course teaches mathematical modelling and structured problem solving, through a number of carefully selected problems from different areas of application. It is primarily intended for students with limited experience in the use of mathematics in engineering, but which may come to work in different areas where mathematics is used or may be useful. The course then intends to bridge the gap between theoretical courses in mathematics and relevant applications, and teach how to actually use the mathematics you already know in realistic situations.

The course is part of the second year of the IT-program at Chalmers, but is highly recommended for students from other programs, for example the D-program, and the Computer Science program at GU. The main teaching language is Swedish, but some support can be given also in English. Please note that there are also other courses in mathematical modelling at Chalmers with a more classical content; the course codes for this course are DAT026 (Chalmers) and DIT991 (GU), and for GU teachers LGMA60.

Official course plan

A note on the purpose and pedagogy of the course

Course content and structure

The core of the course is a number of problems in six weekly modules, each considering one main class of models:


The problems are available from the Problem Modules document. The normal schedule of a module is the following:

In case of irregularities in the study period, there may be some exceptions to the schedule that will be posted well in advance.

There are also a few special lectures:

Examination and final grading

The course is examined continuously through the module submissions and through a final reflective report. Grading will be based on a qualitative assessment of the modules together with the final report.

If you should not complete the course in time, and need to come back next year, please note that it is in your best interest to keep copies of your solutions to enable future assessment.

Mathematical modelling and problem solving